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@olegrog
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@olegrog olegrog commented Apr 17, 2023

For $\rho_1 = \rho_1(\phi_m, T)$ and $\partial_t\rho_2 = 0$, we have

$$ \partial_t\alpha_1 + \mathbf{\nabla\cdot}(\alpha_1\mathbf{u}) = \mathbf{\nabla\cdot}\mathbf{u}, $$

where

$$ \mathbf{\nabla\cdot}\mathbf{u} = - \frac{\alpha_1}{\rho_1}D_t\rho_1 = - \frac{\alpha_1}{\rho_1}\left(\frac{\partial\rho}{\partial\phi_m} D_t\phi_m + \frac{\partial\rho}{\partial T} D_t T\right). $$

@randomwangran
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This is so cool.

Do you know, if OpenFOAM can solve where the crack is developing in context of ice melting into water?

@olegrog
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olegrog commented Apr 20, 2023

This is so cool.

Do you know, if OpenFOAM can solve where the crack is developing in context of ice melting into water?

I don't know about it. Try to use forum for such questions. https://www.cfd-online.com/Forums/openfoam/

@olegrog olegrog force-pushed the compressibility branch 4 times, most recently from 9af116d to ed00a76 Compare April 24, 2023 05:53
@olegrog olegrog force-pushed the compressibility branch from 8ea38be to 0652f74 Compare May 11, 2024 08:40
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3 participants